·
How scientific discoveries are verified (and therefore become
“discoveries”)
·
The basis of confidence in hypotheses, supporting claims of knowledge
The Common Sense View – T.H. Huxley
Testing Hypotheses
·
A form of the syllogism that demonstrates that the major premise is
inconsistent with the minor premise.
·
This is modus tollens: If H is true, then I is true. But I is not true.
Therefore H is not true.
·
Or, H ® I
__not I
\ not H
The Fallacy of
Affirming the Consequent
·
An incorrect form of the syllogism that is similar in structure to
modus tollens.
·
The fallacy: If H is true, then I is true. I is true. Therefore H is true.
·
Or, H ® I
____I_
\ H